In a game held within a three-dimensional maze, you must move your game piece from start , at xyz coordinates (0, 0, 0), to finish , at coordinates (−2 cm, 4 cm, −4 cm). The game piece can undergo only the displacements (in centimeters) given below. It along the way, the game piece lands at coordinates (−5 cm, −1 cm, −1 cm) or (5 cm, 2 cm, −1 cm), you lose the game. Which displacements and in what sequence will get your game piece to finish ? p → = − 7 i ^ + 2 j ^ − 3 k ^ r → = 2 i ^ − 3 j ^ + 2 k ^ q → = 2 i ^ − j ^ + 4 k ^ s → = 3 i ^ + 5 j ^ − 3 k ^
In a game held within a three-dimensional maze, you must move your game piece from start , at xyz coordinates (0, 0, 0), to finish , at coordinates (−2 cm, 4 cm, −4 cm). The game piece can undergo only the displacements (in centimeters) given below. It along the way, the game piece lands at coordinates (−5 cm, −1 cm, −1 cm) or (5 cm, 2 cm, −1 cm), you lose the game. Which displacements and in what sequence will get your game piece to finish ? p → = − 7 i ^ + 2 j ^ − 3 k ^ r → = 2 i ^ − 3 j ^ + 2 k ^ q → = 2 i ^ − j ^ + 4 k ^ s → = 3 i ^ + 5 j ^ − 3 k ^
In a game held within a three-dimensional maze, you must move your game piece from start, at xyz coordinates (0, 0, 0), to finish, at coordinates (−2 cm, 4 cm, −4 cm). The game piece can undergo only the displacements (in centimeters) given below. It along the way, the game piece lands at coordinates (−5 cm, −1 cm, −1 cm) or (5 cm, 2 cm, −1 cm), you lose the game. Which displacements and in what sequence will get your game piece to finish?
p
→
=
−
7
i
^
+ 2
j
^
−
3
k
^
r
→
=
2
i
^
−
3
j
^
+
2
k
^
q
→
=
2
i
^
−
j
^
+
4
k
^
s
→
=
3
i
^
+ 5
j
^
−
3
k
^
Help me make a visualize experimental setup using a word document. For the theory below.
How to solve this, given answer
Three point-like charges are placed at the corners of a square as shown in the figure, 28.0
cm on each side. Find the minimum amount of work required by an external force to move
the charge q1 to infinity. Let q1=-2.10 μC, q2=+2.40 μС, q3=+3.60 μC.
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